{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(\n",
    "        \"https://archive.ics.uci.edu/ml/machine-learning-databases/housing/housing.data\", header=None, sep=\"\\s+\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>0</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>10</th>\n",
       "      <th>11</th>\n",
       "      <th>12</th>\n",
       "      <th>13</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.00632</td>\n",
       "      <td>18.0</td>\n",
       "      <td>2.31</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.575</td>\n",
       "      <td>65.2</td>\n",
       "      <td>4.0900</td>\n",
       "      <td>1</td>\n",
       "      <td>296.0</td>\n",
       "      <td>15.3</td>\n",
       "      <td>396.90</td>\n",
       "      <td>4.98</td>\n",
       "      <td>24.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.02731</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>6.421</td>\n",
       "      <td>78.9</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>396.90</td>\n",
       "      <td>9.14</td>\n",
       "      <td>21.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.02729</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>7.185</td>\n",
       "      <td>61.1</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>392.83</td>\n",
       "      <td>4.03</td>\n",
       "      <td>34.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.03237</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>6.998</td>\n",
       "      <td>45.8</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>394.63</td>\n",
       "      <td>2.94</td>\n",
       "      <td>33.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.06905</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>7.147</td>\n",
       "      <td>54.2</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>396.90</td>\n",
       "      <td>5.33</td>\n",
       "      <td>36.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0.02985</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>6.430</td>\n",
       "      <td>58.7</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>394.12</td>\n",
       "      <td>5.21</td>\n",
       "      <td>28.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>0.08829</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>6.012</td>\n",
       "      <td>66.6</td>\n",
       "      <td>5.5605</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>395.60</td>\n",
       "      <td>12.43</td>\n",
       "      <td>22.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>0.14455</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>6.172</td>\n",
       "      <td>96.1</td>\n",
       "      <td>5.9505</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>19.15</td>\n",
       "      <td>27.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>0.21124</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>5.631</td>\n",
       "      <td>100.0</td>\n",
       "      <td>6.0821</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>386.63</td>\n",
       "      <td>29.93</td>\n",
       "      <td>16.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>0.17004</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>6.004</td>\n",
       "      <td>85.9</td>\n",
       "      <td>6.5921</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>386.71</td>\n",
       "      <td>17.10</td>\n",
       "      <td>18.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>0.22489</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>6.377</td>\n",
       "      <td>94.3</td>\n",
       "      <td>6.3467</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>392.52</td>\n",
       "      <td>20.45</td>\n",
       "      <td>15.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>0.11747</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>6.009</td>\n",
       "      <td>82.9</td>\n",
       "      <td>6.2267</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>13.27</td>\n",
       "      <td>18.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>0.09378</td>\n",
       "      <td>12.5</td>\n",
       "      <td>7.87</td>\n",
       "      <td>0</td>\n",
       "      <td>0.524</td>\n",
       "      <td>5.889</td>\n",
       "      <td>39.0</td>\n",
       "      <td>5.4509</td>\n",
       "      <td>5</td>\n",
       "      <td>311.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>390.50</td>\n",
       "      <td>15.71</td>\n",
       "      <td>21.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>0.62976</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.949</td>\n",
       "      <td>61.8</td>\n",
       "      <td>4.7075</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>396.90</td>\n",
       "      <td>8.26</td>\n",
       "      <td>20.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>0.63796</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.096</td>\n",
       "      <td>84.5</td>\n",
       "      <td>4.4619</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>380.02</td>\n",
       "      <td>10.26</td>\n",
       "      <td>18.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>0.62739</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.834</td>\n",
       "      <td>56.5</td>\n",
       "      <td>4.4986</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>395.62</td>\n",
       "      <td>8.47</td>\n",
       "      <td>19.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>1.05393</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.935</td>\n",
       "      <td>29.3</td>\n",
       "      <td>4.4986</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>386.85</td>\n",
       "      <td>6.58</td>\n",
       "      <td>23.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>0.78420</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.990</td>\n",
       "      <td>81.7</td>\n",
       "      <td>4.2579</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>386.75</td>\n",
       "      <td>14.67</td>\n",
       "      <td>17.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>0.80271</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.456</td>\n",
       "      <td>36.6</td>\n",
       "      <td>3.7965</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>288.99</td>\n",
       "      <td>11.69</td>\n",
       "      <td>20.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>0.72580</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.727</td>\n",
       "      <td>69.5</td>\n",
       "      <td>3.7965</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>390.95</td>\n",
       "      <td>11.28</td>\n",
       "      <td>18.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>1.25179</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.570</td>\n",
       "      <td>98.1</td>\n",
       "      <td>3.7979</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>376.57</td>\n",
       "      <td>21.02</td>\n",
       "      <td>13.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>0.85204</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.965</td>\n",
       "      <td>89.2</td>\n",
       "      <td>4.0123</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>392.53</td>\n",
       "      <td>13.83</td>\n",
       "      <td>19.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>1.23247</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.142</td>\n",
       "      <td>91.7</td>\n",
       "      <td>3.9769</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>396.90</td>\n",
       "      <td>18.72</td>\n",
       "      <td>15.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>0.98843</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.813</td>\n",
       "      <td>100.0</td>\n",
       "      <td>4.0952</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>394.54</td>\n",
       "      <td>19.88</td>\n",
       "      <td>14.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>0.75026</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.924</td>\n",
       "      <td>94.1</td>\n",
       "      <td>4.3996</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>394.33</td>\n",
       "      <td>16.30</td>\n",
       "      <td>15.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>0.84054</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.599</td>\n",
       "      <td>85.7</td>\n",
       "      <td>4.4546</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>303.42</td>\n",
       "      <td>16.51</td>\n",
       "      <td>13.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>0.67191</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>5.813</td>\n",
       "      <td>90.3</td>\n",
       "      <td>4.6820</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>376.88</td>\n",
       "      <td>14.81</td>\n",
       "      <td>16.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>0.95577</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.047</td>\n",
       "      <td>88.8</td>\n",
       "      <td>4.4534</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>306.38</td>\n",
       "      <td>17.28</td>\n",
       "      <td>14.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>0.77299</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.495</td>\n",
       "      <td>94.4</td>\n",
       "      <td>4.4547</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>387.94</td>\n",
       "      <td>12.80</td>\n",
       "      <td>18.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>1.00245</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.14</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.674</td>\n",
       "      <td>87.3</td>\n",
       "      <td>4.2390</td>\n",
       "      <td>4</td>\n",
       "      <td>307.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>380.23</td>\n",
       "      <td>11.98</td>\n",
       "      <td>21.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>476</th>\n",
       "      <td>4.87141</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.614</td>\n",
       "      <td>6.484</td>\n",
       "      <td>93.6</td>\n",
       "      <td>2.3053</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>396.21</td>\n",
       "      <td>18.68</td>\n",
       "      <td>16.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>477</th>\n",
       "      <td>15.02340</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.614</td>\n",
       "      <td>5.304</td>\n",
       "      <td>97.3</td>\n",
       "      <td>2.1007</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>349.48</td>\n",
       "      <td>24.91</td>\n",
       "      <td>12.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>478</th>\n",
       "      <td>10.23300</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.614</td>\n",
       "      <td>6.185</td>\n",
       "      <td>96.7</td>\n",
       "      <td>2.1705</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>379.70</td>\n",
       "      <td>18.03</td>\n",
       "      <td>14.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>479</th>\n",
       "      <td>14.33370</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.614</td>\n",
       "      <td>6.229</td>\n",
       "      <td>88.0</td>\n",
       "      <td>1.9512</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>383.32</td>\n",
       "      <td>13.11</td>\n",
       "      <td>21.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>480</th>\n",
       "      <td>5.82401</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.532</td>\n",
       "      <td>6.242</td>\n",
       "      <td>64.7</td>\n",
       "      <td>3.4242</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>10.74</td>\n",
       "      <td>23.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>481</th>\n",
       "      <td>5.70818</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.532</td>\n",
       "      <td>6.750</td>\n",
       "      <td>74.9</td>\n",
       "      <td>3.3317</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>393.07</td>\n",
       "      <td>7.74</td>\n",
       "      <td>23.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>482</th>\n",
       "      <td>5.73116</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.532</td>\n",
       "      <td>7.061</td>\n",
       "      <td>77.0</td>\n",
       "      <td>3.4106</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>395.28</td>\n",
       "      <td>7.01</td>\n",
       "      <td>25.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>483</th>\n",
       "      <td>2.81838</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.532</td>\n",
       "      <td>5.762</td>\n",
       "      <td>40.3</td>\n",
       "      <td>4.0983</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>392.92</td>\n",
       "      <td>10.42</td>\n",
       "      <td>21.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>484</th>\n",
       "      <td>2.37857</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.583</td>\n",
       "      <td>5.871</td>\n",
       "      <td>41.9</td>\n",
       "      <td>3.7240</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>370.73</td>\n",
       "      <td>13.34</td>\n",
       "      <td>20.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>485</th>\n",
       "      <td>3.67367</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.583</td>\n",
       "      <td>6.312</td>\n",
       "      <td>51.9</td>\n",
       "      <td>3.9917</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>388.62</td>\n",
       "      <td>10.58</td>\n",
       "      <td>21.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>486</th>\n",
       "      <td>5.69175</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.583</td>\n",
       "      <td>6.114</td>\n",
       "      <td>79.8</td>\n",
       "      <td>3.5459</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>392.68</td>\n",
       "      <td>14.98</td>\n",
       "      <td>19.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>487</th>\n",
       "      <td>4.83567</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.10</td>\n",
       "      <td>0</td>\n",
       "      <td>0.583</td>\n",
       "      <td>5.905</td>\n",
       "      <td>53.2</td>\n",
       "      <td>3.1523</td>\n",
       "      <td>24</td>\n",
       "      <td>666.0</td>\n",
       "      <td>20.2</td>\n",
       "      <td>388.22</td>\n",
       "      <td>11.45</td>\n",
       "      <td>20.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>488</th>\n",
       "      <td>0.15086</td>\n",
       "      <td>0.0</td>\n",
       "      <td>27.74</td>\n",
       "      <td>0</td>\n",
       "      <td>0.609</td>\n",
       "      <td>5.454</td>\n",
       "      <td>92.7</td>\n",
       "      <td>1.8209</td>\n",
       "      <td>4</td>\n",
       "      <td>711.0</td>\n",
       "      <td>20.1</td>\n",
       "      <td>395.09</td>\n",
       "      <td>18.06</td>\n",
       "      <td>15.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>489</th>\n",
       "      <td>0.18337</td>\n",
       "      <td>0.0</td>\n",
       "      <td>27.74</td>\n",
       "      <td>0</td>\n",
       "      <td>0.609</td>\n",
       "      <td>5.414</td>\n",
       "      <td>98.3</td>\n",
       "      <td>1.7554</td>\n",
       "      <td>4</td>\n",
       "      <td>711.0</td>\n",
       "      <td>20.1</td>\n",
       "      <td>344.05</td>\n",
       "      <td>23.97</td>\n",
       "      <td>7.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>490</th>\n",
       "      <td>0.20746</td>\n",
       "      <td>0.0</td>\n",
       "      <td>27.74</td>\n",
       "      <td>0</td>\n",
       "      <td>0.609</td>\n",
       "      <td>5.093</td>\n",
       "      <td>98.0</td>\n",
       "      <td>1.8226</td>\n",
       "      <td>4</td>\n",
       "      <td>711.0</td>\n",
       "      <td>20.1</td>\n",
       "      <td>318.43</td>\n",
       "      <td>29.68</td>\n",
       "      <td>8.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>491</th>\n",
       "      <td>0.10574</td>\n",
       "      <td>0.0</td>\n",
       "      <td>27.74</td>\n",
       "      <td>0</td>\n",
       "      <td>0.609</td>\n",
       "      <td>5.983</td>\n",
       "      <td>98.8</td>\n",
       "      <td>1.8681</td>\n",
       "      <td>4</td>\n",
       "      <td>711.0</td>\n",
       "      <td>20.1</td>\n",
       "      <td>390.11</td>\n",
       "      <td>18.07</td>\n",
       "      <td>13.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>492</th>\n",
       "      <td>0.11132</td>\n",
       "      <td>0.0</td>\n",
       "      <td>27.74</td>\n",
       "      <td>0</td>\n",
       "      <td>0.609</td>\n",
       "      <td>5.983</td>\n",
       "      <td>83.5</td>\n",
       "      <td>2.1099</td>\n",
       "      <td>4</td>\n",
       "      <td>711.0</td>\n",
       "      <td>20.1</td>\n",
       "      <td>396.90</td>\n",
       "      <td>13.35</td>\n",
       "      <td>20.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>493</th>\n",
       "      <td>0.17331</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.707</td>\n",
       "      <td>54.0</td>\n",
       "      <td>2.3817</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>12.01</td>\n",
       "      <td>21.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>494</th>\n",
       "      <td>0.27957</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.926</td>\n",
       "      <td>42.6</td>\n",
       "      <td>2.3817</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>13.59</td>\n",
       "      <td>24.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>495</th>\n",
       "      <td>0.17899</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.670</td>\n",
       "      <td>28.8</td>\n",
       "      <td>2.7986</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>393.29</td>\n",
       "      <td>17.60</td>\n",
       "      <td>23.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>496</th>\n",
       "      <td>0.28960</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.390</td>\n",
       "      <td>72.9</td>\n",
       "      <td>2.7986</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>21.14</td>\n",
       "      <td>19.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>497</th>\n",
       "      <td>0.26838</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.794</td>\n",
       "      <td>70.6</td>\n",
       "      <td>2.8927</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>14.10</td>\n",
       "      <td>18.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>498</th>\n",
       "      <td>0.23912</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>6.019</td>\n",
       "      <td>65.3</td>\n",
       "      <td>2.4091</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>12.92</td>\n",
       "      <td>21.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>499</th>\n",
       "      <td>0.17783</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>5.569</td>\n",
       "      <td>73.5</td>\n",
       "      <td>2.3999</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>395.77</td>\n",
       "      <td>15.10</td>\n",
       "      <td>17.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>500</th>\n",
       "      <td>0.22438</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.69</td>\n",
       "      <td>0</td>\n",
       "      <td>0.585</td>\n",
       "      <td>6.027</td>\n",
       "      <td>79.7</td>\n",
       "      <td>2.4982</td>\n",
       "      <td>6</td>\n",
       "      <td>391.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>396.90</td>\n",
       "      <td>14.33</td>\n",
       "      <td>16.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>501</th>\n",
       "      <td>0.06263</td>\n",
       "      <td>0.0</td>\n",
       "      <td>11.93</td>\n",
       "      <td>0</td>\n",
       "      <td>0.573</td>\n",
       "      <td>6.593</td>\n",
       "      <td>69.1</td>\n",
       "      <td>2.4786</td>\n",
       "      <td>1</td>\n",
       "      <td>273.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>391.99</td>\n",
       "      <td>9.67</td>\n",
       "      <td>22.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>502</th>\n",
       "      <td>0.04527</td>\n",
       "      <td>0.0</td>\n",
       "      <td>11.93</td>\n",
       "      <td>0</td>\n",
       "      <td>0.573</td>\n",
       "      <td>6.120</td>\n",
       "      <td>76.7</td>\n",
       "      <td>2.2875</td>\n",
       "      <td>1</td>\n",
       "      <td>273.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>396.90</td>\n",
       "      <td>9.08</td>\n",
       "      <td>20.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>503</th>\n",
       "      <td>0.06076</td>\n",
       "      <td>0.0</td>\n",
       "      <td>11.93</td>\n",
       "      <td>0</td>\n",
       "      <td>0.573</td>\n",
       "      <td>6.976</td>\n",
       "      <td>91.0</td>\n",
       "      <td>2.1675</td>\n",
       "      <td>1</td>\n",
       "      <td>273.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>396.90</td>\n",
       "      <td>5.64</td>\n",
       "      <td>23.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>504</th>\n",
       "      <td>0.10959</td>\n",
       "      <td>0.0</td>\n",
       "      <td>11.93</td>\n",
       "      <td>0</td>\n",
       "      <td>0.573</td>\n",
       "      <td>6.794</td>\n",
       "      <td>89.3</td>\n",
       "      <td>2.3889</td>\n",
       "      <td>1</td>\n",
       "      <td>273.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>393.45</td>\n",
       "      <td>6.48</td>\n",
       "      <td>22.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>505</th>\n",
       "      <td>0.04741</td>\n",
       "      <td>0.0</td>\n",
       "      <td>11.93</td>\n",
       "      <td>0</td>\n",
       "      <td>0.573</td>\n",
       "      <td>6.030</td>\n",
       "      <td>80.8</td>\n",
       "      <td>2.5050</td>\n",
       "      <td>1</td>\n",
       "      <td>273.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>396.90</td>\n",
       "      <td>7.88</td>\n",
       "      <td>11.9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>506 rows × 14 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           0     1      2   3      4      5      6       7   8      9     10  \\\n",
       "0     0.00632  18.0   2.31   0  0.538  6.575   65.2  4.0900   1  296.0  15.3   \n",
       "1     0.02731   0.0   7.07   0  0.469  6.421   78.9  4.9671   2  242.0  17.8   \n",
       "2     0.02729   0.0   7.07   0  0.469  7.185   61.1  4.9671   2  242.0  17.8   \n",
       "3     0.03237   0.0   2.18   0  0.458  6.998   45.8  6.0622   3  222.0  18.7   \n",
       "4     0.06905   0.0   2.18   0  0.458  7.147   54.2  6.0622   3  222.0  18.7   \n",
       "5     0.02985   0.0   2.18   0  0.458  6.430   58.7  6.0622   3  222.0  18.7   \n",
       "6     0.08829  12.5   7.87   0  0.524  6.012   66.6  5.5605   5  311.0  15.2   \n",
       "7     0.14455  12.5   7.87   0  0.524  6.172   96.1  5.9505   5  311.0  15.2   \n",
       "8     0.21124  12.5   7.87   0  0.524  5.631  100.0  6.0821   5  311.0  15.2   \n",
       "9     0.17004  12.5   7.87   0  0.524  6.004   85.9  6.5921   5  311.0  15.2   \n",
       "10    0.22489  12.5   7.87   0  0.524  6.377   94.3  6.3467   5  311.0  15.2   \n",
       "11    0.11747  12.5   7.87   0  0.524  6.009   82.9  6.2267   5  311.0  15.2   \n",
       "12    0.09378  12.5   7.87   0  0.524  5.889   39.0  5.4509   5  311.0  15.2   \n",
       "13    0.62976   0.0   8.14   0  0.538  5.949   61.8  4.7075   4  307.0  21.0   \n",
       "14    0.63796   0.0   8.14   0  0.538  6.096   84.5  4.4619   4  307.0  21.0   \n",
       "15    0.62739   0.0   8.14   0  0.538  5.834   56.5  4.4986   4  307.0  21.0   \n",
       "16    1.05393   0.0   8.14   0  0.538  5.935   29.3  4.4986   4  307.0  21.0   \n",
       "17    0.78420   0.0   8.14   0  0.538  5.990   81.7  4.2579   4  307.0  21.0   \n",
       "18    0.80271   0.0   8.14   0  0.538  5.456   36.6  3.7965   4  307.0  21.0   \n",
       "19    0.72580   0.0   8.14   0  0.538  5.727   69.5  3.7965   4  307.0  21.0   \n",
       "20    1.25179   0.0   8.14   0  0.538  5.570   98.1  3.7979   4  307.0  21.0   \n",
       "21    0.85204   0.0   8.14   0  0.538  5.965   89.2  4.0123   4  307.0  21.0   \n",
       "22    1.23247   0.0   8.14   0  0.538  6.142   91.7  3.9769   4  307.0  21.0   \n",
       "23    0.98843   0.0   8.14   0  0.538  5.813  100.0  4.0952   4  307.0  21.0   \n",
       "24    0.75026   0.0   8.14   0  0.538  5.924   94.1  4.3996   4  307.0  21.0   \n",
       "25    0.84054   0.0   8.14   0  0.538  5.599   85.7  4.4546   4  307.0  21.0   \n",
       "26    0.67191   0.0   8.14   0  0.538  5.813   90.3  4.6820   4  307.0  21.0   \n",
       "27    0.95577   0.0   8.14   0  0.538  6.047   88.8  4.4534   4  307.0  21.0   \n",
       "28    0.77299   0.0   8.14   0  0.538  6.495   94.4  4.4547   4  307.0  21.0   \n",
       "29    1.00245   0.0   8.14   0  0.538  6.674   87.3  4.2390   4  307.0  21.0   \n",
       "..        ...   ...    ...  ..    ...    ...    ...     ...  ..    ...   ...   \n",
       "476   4.87141   0.0  18.10   0  0.614  6.484   93.6  2.3053  24  666.0  20.2   \n",
       "477  15.02340   0.0  18.10   0  0.614  5.304   97.3  2.1007  24  666.0  20.2   \n",
       "478  10.23300   0.0  18.10   0  0.614  6.185   96.7  2.1705  24  666.0  20.2   \n",
       "479  14.33370   0.0  18.10   0  0.614  6.229   88.0  1.9512  24  666.0  20.2   \n",
       "480   5.82401   0.0  18.10   0  0.532  6.242   64.7  3.4242  24  666.0  20.2   \n",
       "481   5.70818   0.0  18.10   0  0.532  6.750   74.9  3.3317  24  666.0  20.2   \n",
       "482   5.73116   0.0  18.10   0  0.532  7.061   77.0  3.4106  24  666.0  20.2   \n",
       "483   2.81838   0.0  18.10   0  0.532  5.762   40.3  4.0983  24  666.0  20.2   \n",
       "484   2.37857   0.0  18.10   0  0.583  5.871   41.9  3.7240  24  666.0  20.2   \n",
       "485   3.67367   0.0  18.10   0  0.583  6.312   51.9  3.9917  24  666.0  20.2   \n",
       "486   5.69175   0.0  18.10   0  0.583  6.114   79.8  3.5459  24  666.0  20.2   \n",
       "487   4.83567   0.0  18.10   0  0.583  5.905   53.2  3.1523  24  666.0  20.2   \n",
       "488   0.15086   0.0  27.74   0  0.609  5.454   92.7  1.8209   4  711.0  20.1   \n",
       "489   0.18337   0.0  27.74   0  0.609  5.414   98.3  1.7554   4  711.0  20.1   \n",
       "490   0.20746   0.0  27.74   0  0.609  5.093   98.0  1.8226   4  711.0  20.1   \n",
       "491   0.10574   0.0  27.74   0  0.609  5.983   98.8  1.8681   4  711.0  20.1   \n",
       "492   0.11132   0.0  27.74   0  0.609  5.983   83.5  2.1099   4  711.0  20.1   \n",
       "493   0.17331   0.0   9.69   0  0.585  5.707   54.0  2.3817   6  391.0  19.2   \n",
       "494   0.27957   0.0   9.69   0  0.585  5.926   42.6  2.3817   6  391.0  19.2   \n",
       "495   0.17899   0.0   9.69   0  0.585  5.670   28.8  2.7986   6  391.0  19.2   \n",
       "496   0.28960   0.0   9.69   0  0.585  5.390   72.9  2.7986   6  391.0  19.2   \n",
       "497   0.26838   0.0   9.69   0  0.585  5.794   70.6  2.8927   6  391.0  19.2   \n",
       "498   0.23912   0.0   9.69   0  0.585  6.019   65.3  2.4091   6  391.0  19.2   \n",
       "499   0.17783   0.0   9.69   0  0.585  5.569   73.5  2.3999   6  391.0  19.2   \n",
       "500   0.22438   0.0   9.69   0  0.585  6.027   79.7  2.4982   6  391.0  19.2   \n",
       "501   0.06263   0.0  11.93   0  0.573  6.593   69.1  2.4786   1  273.0  21.0   \n",
       "502   0.04527   0.0  11.93   0  0.573  6.120   76.7  2.2875   1  273.0  21.0   \n",
       "503   0.06076   0.0  11.93   0  0.573  6.976   91.0  2.1675   1  273.0  21.0   \n",
       "504   0.10959   0.0  11.93   0  0.573  6.794   89.3  2.3889   1  273.0  21.0   \n",
       "505   0.04741   0.0  11.93   0  0.573  6.030   80.8  2.5050   1  273.0  21.0   \n",
       "\n",
       "         11     12    13  \n",
       "0    396.90   4.98  24.0  \n",
       "1    396.90   9.14  21.6  \n",
       "2    392.83   4.03  34.7  \n",
       "3    394.63   2.94  33.4  \n",
       "4    396.90   5.33  36.2  \n",
       "5    394.12   5.21  28.7  \n",
       "6    395.60  12.43  22.9  \n",
       "7    396.90  19.15  27.1  \n",
       "8    386.63  29.93  16.5  \n",
       "9    386.71  17.10  18.9  \n",
       "10   392.52  20.45  15.0  \n",
       "11   396.90  13.27  18.9  \n",
       "12   390.50  15.71  21.7  \n",
       "13   396.90   8.26  20.4  \n",
       "14   380.02  10.26  18.2  \n",
       "15   395.62   8.47  19.9  \n",
       "16   386.85   6.58  23.1  \n",
       "17   386.75  14.67  17.5  \n",
       "18   288.99  11.69  20.2  \n",
       "19   390.95  11.28  18.2  \n",
       "20   376.57  21.02  13.6  \n",
       "21   392.53  13.83  19.6  \n",
       "22   396.90  18.72  15.2  \n",
       "23   394.54  19.88  14.5  \n",
       "24   394.33  16.30  15.6  \n",
       "25   303.42  16.51  13.9  \n",
       "26   376.88  14.81  16.6  \n",
       "27   306.38  17.28  14.8  \n",
       "28   387.94  12.80  18.4  \n",
       "29   380.23  11.98  21.0  \n",
       "..      ...    ...   ...  \n",
       "476  396.21  18.68  16.7  \n",
       "477  349.48  24.91  12.0  \n",
       "478  379.70  18.03  14.6  \n",
       "479  383.32  13.11  21.4  \n",
       "480  396.90  10.74  23.0  \n",
       "481  393.07   7.74  23.7  \n",
       "482  395.28   7.01  25.0  \n",
       "483  392.92  10.42  21.8  \n",
       "484  370.73  13.34  20.6  \n",
       "485  388.62  10.58  21.2  \n",
       "486  392.68  14.98  19.1  \n",
       "487  388.22  11.45  20.6  \n",
       "488  395.09  18.06  15.2  \n",
       "489  344.05  23.97   7.0  \n",
       "490  318.43  29.68   8.1  \n",
       "491  390.11  18.07  13.6  \n",
       "492  396.90  13.35  20.1  \n",
       "493  396.90  12.01  21.8  \n",
       "494  396.90  13.59  24.5  \n",
       "495  393.29  17.60  23.1  \n",
       "496  396.90  21.14  19.7  \n",
       "497  396.90  14.10  18.3  \n",
       "498  396.90  12.92  21.2  \n",
       "499  395.77  15.10  17.5  \n",
       "500  396.90  14.33  16.8  \n",
       "501  391.99   9.67  22.4  \n",
       "502  396.90   9.08  20.6  \n",
       "503  396.90   5.64  23.9  \n",
       "504  393.45   6.48  22.0  \n",
       "505  396.90   7.88  11.9  \n",
       "\n",
       "[506 rows x 14 columns]"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 字段说明\n",
    "\n",
    "字段|说明\n",
    "-|-\n",
    "IM | 房屋所在镇的犯罪率\n",
    "ZN | 用地面积远大于 25000 平方英尺的住宅所占比例\n",
    "INDUS | 房屋所在镇无零售业务区域所占比例\n",
    "CHAS | 与查尔斯河有关的虚拟变量（如果房屋位于河边则值1，否则为0）\n",
    "NOX | 一氧化碳浓度（每千万分之一）\n",
    "RM | 每处寓所的平均房间数\n",
    "AGE | 业主自住房屋中，建于1940年之前的房屋所占比例\n",
    "DIS | 房屋举例波士顿五大就业中心的加权距离\n",
    "RAD | 距离房屋最近公路入口编号\n",
    "TAX | 每一万美元全额财产税金额\n",
    "PTRATIO | 房屋所在镇的师生比\n",
    "B | 计算公式为 1000(Bk - 0.63)^2，其中 Bk 为房屋所在镇非裔美籍人口所占比例\n",
    "LSTAT | 弱势群体人口所占比例\n",
    "MEDV | 业主自住房屋的平均价格（以1000美元为单位）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "# CRIM -> 房屋所在镇的犯罪率\n",
    "# ZN -> 用地面积远大于 25000 平方英尺的住宅所占比例\n",
    "# INDUS -> 房屋所在镇无零售业务区域所占比例\n",
    "# CHAS -> 与查尔斯河有关的虚拟变量（如果房屋位于河边则值1，否则为0）\n",
    "# NOX -> 一氧化碳浓度（每千万分之一）\n",
    "# RM -> 每处寓所的平均房间数\n",
    "# AGE -> 业主自住房屋中，建于1940年之前的房屋所占比例\n",
    "# DIS -> 房屋举例波士顿五大就业中心的加权距离\n",
    "# RAD -> 距离房屋最近公路入口编号\n",
    "# TAX -> 每一万美元全额财产税金额\n",
    "# PTRATIO -> 房屋所在镇的师生比\n",
    "# B -> 计算公式为 1000(Bk - 0.63)^2，其中 Bk 为房屋所在镇非裔美籍人口所占比例\n",
    "# LSTAT -> 弱势群体人口所占比例\n",
    "# ---\n",
    "# MEDV -> 业主自住房屋的平均价格（以1000美元为单位）\n",
    "df.columns = [\"CRIM\", \"ZN\", \"INDUS\", \"CHAS\", \"NOX\", \"RM\", \n",
    "              \"AGE\", \"DIS\", \"RAD\", \"TAX\", \"PTRATIO\", \"B\", \n",
    "              \"LSTAT\", \"MEDV\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    }\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CRIM</th>\n",
       "      <th>ZN</th>\n",
       "      <th>INDUS</th>\n",
       "      <th>CHAS</th>\n",
       "      <th>NOX</th>\n",
       "      <th>RM</th>\n",
       "      <th>AGE</th>\n",
       "      <th>DIS</th>\n",
       "      <th>RAD</th>\n",
       "      <th>TAX</th>\n",
       "      <th>PTRATIO</th>\n",
       "      <th>B</th>\n",
       "      <th>LSTAT</th>\n",
       "      <th>MEDV</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.00632</td>\n",
       "      <td>18.0</td>\n",
       "      <td>2.31</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.575</td>\n",
       "      <td>65.2</td>\n",
       "      <td>4.0900</td>\n",
       "      <td>1</td>\n",
       "      <td>296.0</td>\n",
       "      <td>15.3</td>\n",
       "      <td>396.90</td>\n",
       "      <td>4.98</td>\n",
       "      <td>24.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.02731</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>6.421</td>\n",
       "      <td>78.9</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>396.90</td>\n",
       "      <td>9.14</td>\n",
       "      <td>21.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.02729</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>7.185</td>\n",
       "      <td>61.1</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>392.83</td>\n",
       "      <td>4.03</td>\n",
       "      <td>34.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.03237</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>6.998</td>\n",
       "      <td>45.8</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>394.63</td>\n",
       "      <td>2.94</td>\n",
       "      <td>33.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.06905</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>7.147</td>\n",
       "      <td>54.2</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>396.90</td>\n",
       "      <td>5.33</td>\n",
       "      <td>36.2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      CRIM    ZN  INDUS  CHAS    NOX     RM   AGE     DIS  RAD    TAX  \\\n",
       "0  0.00632  18.0   2.31     0  0.538  6.575  65.2  4.0900    1  296.0   \n",
       "1  0.02731   0.0   7.07     0  0.469  6.421  78.9  4.9671    2  242.0   \n",
       "2  0.02729   0.0   7.07     0  0.469  7.185  61.1  4.9671    2  242.0   \n",
       "3  0.03237   0.0   2.18     0  0.458  6.998  45.8  6.0622    3  222.0   \n",
       "4  0.06905   0.0   2.18     0  0.458  7.147  54.2  6.0622    3  222.0   \n",
       "\n",
       "   PTRATIO       B  LSTAT  MEDV  \n",
       "0     15.3  396.90   4.98  24.0  \n",
       "1     17.8  396.90   9.14  21.6  \n",
       "2     17.8  392.83   4.03  34.7  \n",
       "3     18.7  394.63   2.94  33.4  \n",
       "4     18.7  396.90   5.33  36.2  "
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "sns.set(style=\"whitegrid\", context=\"notebook\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "cols = [\"LSTAT\", \"INDUS\", \"NOX\", \"RM\", \"MEDV\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x11c78ad50>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11c78add0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 散点图\n",
    "sns.pairplot(df[cols], size=2.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "cols = [\"CRIM\", \"ZN\", \"INDUS\", \"CHAS\", \"NOX\", \"RM\", \"AGE\", \"DIS\", \"RAD\", \"TAX\", \"PTRATIO\", \"B\", \"LSTAT\", \"MEDV\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 散点图\n",
    "# sns.pairplot(df[cols], size=2.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "cm = np.corrcoef(df[cols].values.T)\n",
    "sns.set(font_scale=1.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11d537b10>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 皮尔逊积矩阵相关系数\n",
    "hm = sns.heatmap(cm,\n",
    "                cbar=True,\n",
    "                annot=True,\n",
    "                square=True,\n",
    "                fmt=\".2f\",\n",
    "                annot_kws={\"size\": 15},\n",
    "                yticklabels=cols,\n",
    "                xticklabels=cols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "# class LinearRegressionGD(object):\n",
    "#     def __init__(self, eta=0.001, n_iter=20):\n",
    "#         self.eta = eta\n",
    "#         self.n_iter = n_iter\n",
    "        \n",
    "#     def fit(self, X, Y):\n",
    "#         self.w_ = np.zeros(1 + X.shape[1])\n",
    "#         self.cost_ = []\n",
    "        \n",
    "#         for i in range(self.n_iter):\n",
    "#             output = self.net_input(X)\n",
    "#             errors = (Y - output)\n",
    "#             self.w_[1:] += self.eta * X.T.dot(errors)\n",
    "#             self.w_[0] += self.eta * errors.sum()\n",
    "#             cost = (errors**2).sum() / 2.0\n",
    "#             self.cost_.append(cost)\n",
    "#         return self\n",
    "    \n",
    "#     def net_input(self, X):\n",
    "#         return np.dot(X, self.w_[1:]) + self.w_[0]\n",
    "    \n",
    "#     def predict(self, X):\n",
    "#         return self.net_input(X)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "X = df[[\"RM\"]].values\n",
    "Y = df[\"MEDV\"].values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
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       "array([24. , 21.6, 34.7, 33.4, 36.2, 28.7, 22.9, 27.1, 16.5, 18.9, 15. ,\n",
       "       18.9, 21.7, 20.4, 18.2, 19.9, 23.1, 17.5, 20.2, 18.2, 13.6, 19.6,\n",
       "       15.2, 14.5, 15.6, 13.9, 16.6, 14.8, 18.4, 21. , 12.7, 14.5, 13.2,\n",
       "       13.1, 13.5, 18.9, 20. , 21. , 24.7, 30.8, 34.9, 26.6, 25.3, 24.7,\n",
       "       21.2, 19.3, 20. , 16.6, 14.4, 19.4, 19.7, 20.5, 25. , 23.4, 18.9,\n",
       "       35.4, 24.7, 31.6, 23.3, 19.6, 18.7, 16. , 22.2, 25. , 33. , 23.5,\n",
       "       19.4, 22. , 17.4, 20.9, 24.2, 21.7, 22.8, 23.4, 24.1, 21.4, 20. ,\n",
       "       20.8, 21.2, 20.3, 28. , 23.9, 24.8, 22.9, 23.9, 26.6, 22.5, 22.2,\n",
       "       23.6, 28.7, 22.6, 22. , 22.9, 25. , 20.6, 28.4, 21.4, 38.7, 43.8,\n",
       "       33.2, 27.5, 26.5, 18.6, 19.3, 20.1, 19.5, 19.5, 20.4, 19.8, 19.4,\n",
       "       21.7, 22.8, 18.8, 18.7, 18.5, 18.3, 21.2, 19.2, 20.4, 19.3, 22. ,\n",
       "       20.3, 20.5, 17.3, 18.8, 21.4, 15.7, 16.2, 18. , 14.3, 19.2, 19.6,\n",
       "       23. , 18.4, 15.6, 18.1, 17.4, 17.1, 13.3, 17.8, 14. , 14.4, 13.4,\n",
       "       15.6, 11.8, 13.8, 15.6, 14.6, 17.8, 15.4, 21.5, 19.6, 15.3, 19.4,\n",
       "       17. , 15.6, 13.1, 41.3, 24.3, 23.3, 27. , 50. , 50. , 50. , 22.7,\n",
       "       25. , 50. , 23.8, 23.8, 22.3, 17.4, 19.1, 23.1, 23.6, 22.6, 29.4,\n",
       "       23.2, 24.6, 29.9, 37.2, 39.8, 36.2, 37.9, 32.5, 26.4, 29.6, 50. ,\n",
       "       32. , 29.8, 34.9, 37. , 30.5, 36.4, 31.1, 29.1, 50. , 33.3, 30.3,\n",
       "       34.6, 34.9, 32.9, 24.1, 42.3, 48.5, 50. , 22.6, 24.4, 22.5, 24.4,\n",
       "       20. , 21.7, 19.3, 22.4, 28.1, 23.7, 25. , 23.3, 28.7, 21.5, 23. ,\n",
       "       26.7, 21.7, 27.5, 30.1, 44.8, 50. , 37.6, 31.6, 46.7, 31.5, 24.3,\n",
       "       31.7, 41.7, 48.3, 29. , 24. , 25.1, 31.5, 23.7, 23.3, 22. , 20.1,\n",
       "       22.2, 23.7, 17.6, 18.5, 24.3, 20.5, 24.5, 26.2, 24.4, 24.8, 29.6,\n",
       "       42.8, 21.9, 20.9, 44. , 50. , 36. , 30.1, 33.8, 43.1, 48.8, 31. ,\n",
       "       36.5, 22.8, 30.7, 50. , 43.5, 20.7, 21.1, 25.2, 24.4, 35.2, 32.4,\n",
       "       32. , 33.2, 33.1, 29.1, 35.1, 45.4, 35.4, 46. , 50. , 32.2, 22. ,\n",
       "       20.1, 23.2, 22.3, 24.8, 28.5, 37.3, 27.9, 23.9, 21.7, 28.6, 27.1,\n",
       "       20.3, 22.5, 29. , 24.8, 22. , 26.4, 33.1, 36.1, 28.4, 33.4, 28.2,\n",
       "       22.8, 20.3, 16.1, 22.1, 19.4, 21.6, 23.8, 16.2, 17.8, 19.8, 23.1,\n",
       "       21. , 23.8, 23.1, 20.4, 18.5, 25. , 24.6, 23. , 22.2, 19.3, 22.6,\n",
       "       19.8, 17.1, 19.4, 22.2, 20.7, 21.1, 19.5, 18.5, 20.6, 19. , 18.7,\n",
       "       32.7, 16.5, 23.9, 31.2, 17.5, 17.2, 23.1, 24.5, 26.6, 22.9, 24.1,\n",
       "       18.6, 30.1, 18.2, 20.6, 17.8, 21.7, 22.7, 22.6, 25. , 19.9, 20.8,\n",
       "       16.8, 21.9, 27.5, 21.9, 23.1, 50. , 50. , 50. , 50. , 50. , 13.8,\n",
       "       13.8, 15. , 13.9, 13.3, 13.1, 10.2, 10.4, 10.9, 11.3, 12.3,  8.8,\n",
       "        7.2, 10.5,  7.4, 10.2, 11.5, 15.1, 23.2,  9.7, 13.8, 12.7, 13.1,\n",
       "       12.5,  8.5,  5. ,  6.3,  5.6,  7.2, 12.1,  8.3,  8.5,  5. , 11.9,\n",
       "       27.9, 17.2, 27.5, 15. , 17.2, 17.9, 16.3,  7. ,  7.2,  7.5, 10.4,\n",
       "        8.8,  8.4, 16.7, 14.2, 20.8, 13.4, 11.7,  8.3, 10.2, 10.9, 11. ,\n",
       "        9.5, 14.5, 14.1, 16.1, 14.3, 11.7, 13.4,  9.6,  8.7,  8.4, 12.8,\n",
       "       10.5, 17.1, 18.4, 15.4, 10.8, 11.8, 14.9, 12.6, 14.1, 13. , 13.4,\n",
       "       15.2, 16.1, 17.8, 14.9, 14.1, 12.7, 13.5, 14.9, 20. , 16.4, 17.7,\n",
       "       19.5, 20.2, 21.4, 19.9, 19. , 19.1, 19.1, 20.1, 19.9, 19.6, 23.2,\n",
       "       29.8, 13.8, 13.3, 16.7, 12. , 14.6, 21.4, 23. , 23.7, 25. , 21.8,\n",
       "       20.6, 21.2, 19.1, 20.6, 15.2,  7. ,  8.1, 13.6, 20.1, 21.8, 24.5,\n",
       "       23.1, 19.7, 18.3, 21.2, 17.5, 16.8, 22.4, 20.6, 23.9, 22. , 11.9])"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "# from sklearn.preprocessing import StandardScaler\n",
    "# sc_x = StandardScaler()\n",
    "# sc_y = StandardScaler()\n",
    "# x_std = sc_x.fit_transform(X)\n",
    "# y_std = sc_y.fit_transform(Y)\n",
    "# lr = LinearRegressionGD()\n",
    "# lr.fit(x_std, y_std)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "LinearRegression(copy_X=True, fit_intercept=True, n_jobs=1, normalize=False)"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.linear_model import LinearRegression\n",
    "slr = LinearRegression()\n",
    "slr.fit(X, Y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Slope: 9.102\n",
      "Lntercept: -34.671\n"
     ]
    }
   ],
   "source": [
    "print(\"Slope: %.3f\" % slr.coef_[0])\n",
    "print(\"Lntercept: %.3f\" % slr.intercept_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "def lin_regplot(X, Y, model):\n",
    "    plt.scatter(X, Y, c=\"blue\")\n",
    "    plt.plot(X, model.predict(X), color=\"red\")\n",
    "    return None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0,0.5,u'MEDV')"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11d537450>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lin_regplot(X, Y, slr)\n",
    "plt.xlabel(\"RM\")\n",
    "plt.ylabel(\"MEDV\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/axu/virtualenv/machine_learning/lib/python2.7/site-packages/sklearn/linear_model/ransac.py:288: DeprecationWarning: 'residual_metric' was deprecated in version 0.18 and will be removed in version 0.20. Use 'loss' instead.\n",
      "  DeprecationWarning)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "RANSACRegressor(base_estimator=LinearRegression(copy_X=True, fit_intercept=True, n_jobs=1, normalize=False),\n",
       "        is_data_valid=None, is_model_valid=None, loss='absolute_loss',\n",
       "        max_skips=inf, max_trials=1000, min_samples=100, random_state=0,\n",
       "        residual_metric=<function <lambda> at 0x11d7b2cf8>,\n",
       "        residual_threshold=5.0, stop_n_inliers=inf, stop_probability=0.99,\n",
       "        stop_score=inf)"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.linear_model import RANSACRegressor\n",
    "ransac = RANSACRegressor(LinearRegression(),\n",
    "                        max_trials=1000, # 最大迭代次数\n",
    "                        min_samples=100, # 随机抽取作为内点的最小样本数量\n",
    "                        residual_metric=lambda x: np.sum(np.abs(X), axis=1), # 计算拟合曲线与样本点间垂直距离的绝对值\n",
    "                        residual_threshold=5.0, # 只有与拟合曲线垂直距离小于5个单位长度的样本点才能加入到内点集合\n",
    "                        random_state=0)\n",
    "ransac.fit(X, Y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x11d83c210>"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11d738950>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "inlier_mask = ransac.inlier_mask_\n",
    "outlier_mask = np.logical_not(inlier_mask)\n",
    "line_x = np.arange(3, 10, 1)\n",
    "line_y_ransac = ransac.predict(line_x[:, np.newaxis])\n",
    "plt.scatter(X[inlier_mask], Y[inlier_mask], c=\"blue\", marker=\"o\", label=\"Inliers\")\n",
    "plt.scatter(X[outlier_mask], Y[outlier_mask], c=\"lightgreen\", marker=\"s\", label=\"Outliers\")\n",
    "plt.plot(line_x, line_y_ransac, color=\"red\")\n",
    "plt.xlabel(\"RM\")\n",
    "plt.ylabel(\"MEDV\")\n",
    "plt.legend(loc=\"upper left\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Slope: -0.209\n",
      "Lntercept: 18.214\n"
     ]
    }
   ],
   "source": [
    "print(\"Slope: %.3f\" % ransac.estimator_.coef_[0])\n",
    "print(\"Lntercept: %.3f\" % ransac.estimator_.intercept_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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       " array([24. , 21.6, 34.7, 33.4, 36.2, 28.7, 22.9, 27.1, 16.5, 18.9, 15. ,\n",
       "        18.9, 21.7, 20.4, 18.2, 19.9, 23.1, 17.5, 20.2, 18.2, 13.6, 19.6,\n",
       "        15.2, 14.5, 15.6, 13.9, 16.6, 14.8, 18.4, 21. , 12.7, 14.5, 13.2,\n",
       "        13.1, 13.5, 18.9, 20. , 21. , 24.7, 30.8, 34.9, 26.6, 25.3, 24.7,\n",
       "        21.2, 19.3, 20. , 16.6, 14.4, 19.4, 19.7, 20.5, 25. , 23.4, 18.9,\n",
       "        35.4, 24.7, 31.6, 23.3, 19.6, 18.7, 16. , 22.2, 25. , 33. , 23.5,\n",
       "        19.4, 22. , 17.4, 20.9, 24.2, 21.7, 22.8, 23.4, 24.1, 21.4, 20. ,\n",
       "        20.8, 21.2, 20.3, 28. , 23.9, 24.8, 22.9, 23.9, 26.6, 22.5, 22.2,\n",
       "        23.6, 28.7, 22.6, 22. , 22.9, 25. , 20.6, 28.4, 21.4, 38.7, 43.8,\n",
       "        33.2, 27.5, 26.5, 18.6, 19.3, 20.1, 19.5, 19.5, 20.4, 19.8, 19.4,\n",
       "        21.7, 22.8, 18.8, 18.7, 18.5, 18.3, 21.2, 19.2, 20.4, 19.3, 22. ,\n",
       "        20.3, 20.5, 17.3, 18.8, 21.4, 15.7, 16.2, 18. , 14.3, 19.2, 19.6,\n",
       "        23. , 18.4, 15.6, 18.1, 17.4, 17.1, 13.3, 17.8, 14. , 14.4, 13.4,\n",
       "        15.6, 11.8, 13.8, 15.6, 14.6, 17.8, 15.4, 21.5, 19.6, 15.3, 19.4,\n",
       "        17. , 15.6, 13.1, 41.3, 24.3, 23.3, 27. , 50. , 50. , 50. , 22.7,\n",
       "        25. , 50. , 23.8, 23.8, 22.3, 17.4, 19.1, 23.1, 23.6, 22.6, 29.4,\n",
       "        23.2, 24.6, 29.9, 37.2, 39.8, 36.2, 37.9, 32.5, 26.4, 29.6, 50. ,\n",
       "        32. , 29.8, 34.9, 37. , 30.5, 36.4, 31.1, 29.1, 50. , 33.3, 30.3,\n",
       "        34.6, 34.9, 32.9, 24.1, 42.3, 48.5, 50. , 22.6, 24.4, 22.5, 24.4,\n",
       "        20. , 21.7, 19.3, 22.4, 28.1, 23.7, 25. , 23.3, 28.7, 21.5, 23. ,\n",
       "        26.7, 21.7, 27.5, 30.1, 44.8, 50. , 37.6, 31.6, 46.7, 31.5, 24.3,\n",
       "        31.7, 41.7, 48.3, 29. , 24. , 25.1, 31.5, 23.7, 23.3, 22. , 20.1,\n",
       "        22.2, 23.7, 17.6, 18.5, 24.3, 20.5, 24.5, 26.2, 24.4, 24.8, 29.6,\n",
       "        42.8, 21.9, 20.9, 44. , 50. , 36. , 30.1, 33.8, 43.1, 48.8, 31. ,\n",
       "        36.5, 22.8, 30.7, 50. , 43.5, 20.7, 21.1, 25.2, 24.4, 35.2, 32.4,\n",
       "        32. , 33.2, 33.1, 29.1, 35.1, 45.4, 35.4, 46. , 50. , 32.2, 22. ,\n",
       "        20.1, 23.2, 22.3, 24.8, 28.5, 37.3, 27.9, 23.9, 21.7, 28.6, 27.1,\n",
       "        20.3, 22.5, 29. , 24.8, 22. , 26.4, 33.1, 36.1, 28.4, 33.4, 28.2,\n",
       "        22.8, 20.3, 16.1, 22.1, 19.4, 21.6, 23.8, 16.2, 17.8, 19.8, 23.1,\n",
       "        21. , 23.8, 23.1, 20.4, 18.5, 25. , 24.6, 23. , 22.2, 19.3, 22.6,\n",
       "        19.8, 17.1, 19.4, 22.2, 20.7, 21.1, 19.5, 18.5, 20.6, 19. , 18.7,\n",
       "        32.7, 16.5, 23.9, 31.2, 17.5, 17.2, 23.1, 24.5, 26.6, 22.9, 24.1,\n",
       "        18.6, 30.1, 18.2, 20.6, 17.8, 21.7, 22.7, 22.6, 25. , 19.9, 20.8,\n",
       "        16.8, 21.9, 27.5, 21.9, 23.1, 50. , 50. , 50. , 50. , 50. , 13.8,\n",
       "        13.8, 15. , 13.9, 13.3, 13.1, 10.2, 10.4, 10.9, 11.3, 12.3,  8.8,\n",
       "         7.2, 10.5,  7.4, 10.2, 11.5, 15.1, 23.2,  9.7, 13.8, 12.7, 13.1,\n",
       "        12.5,  8.5,  5. ,  6.3,  5.6,  7.2, 12.1,  8.3,  8.5,  5. , 11.9,\n",
       "        27.9, 17.2, 27.5, 15. , 17.2, 17.9, 16.3,  7. ,  7.2,  7.5, 10.4,\n",
       "         8.8,  8.4, 16.7, 14.2, 20.8, 13.4, 11.7,  8.3, 10.2, 10.9, 11. ,\n",
       "         9.5, 14.5, 14.1, 16.1, 14.3, 11.7, 13.4,  9.6,  8.7,  8.4, 12.8,\n",
       "        10.5, 17.1, 18.4, 15.4, 10.8, 11.8, 14.9, 12.6, 14.1, 13. , 13.4,\n",
       "        15.2, 16.1, 17.8, 14.9, 14.1, 12.7, 13.5, 14.9, 20. , 16.4, 17.7,\n",
       "        19.5, 20.2, 21.4, 19.9, 19. , 19.1, 19.1, 20.1, 19.9, 19.6, 23.2,\n",
       "        29.8, 13.8, 13.3, 16.7, 12. , 14.6, 21.4, 23. , 23.7, 25. , 21.8,\n",
       "        20.6, 21.2, 19.1, 20.6, 15.2,  7. ,  8.1, 13.6, 20.1, 21.8, 24.5,\n",
       "        23.1, 19.7, 18.3, 21.2, 17.5, 16.8, 22.4, 20.6, 23.9, 22. , 11.9]))"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x = df[[\"LSTAT\"]].values\n",
    "y = df[\"MEDV\"].values\n",
    "x, y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [],
   "source": [
    "regr = LinearRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([[ 1.    ,  4.98  , 24.8004],\n",
       "        [ 1.    ,  9.14  , 83.5396],\n",
       "        [ 1.    ,  4.03  , 16.2409],\n",
       "        ...,\n",
       "        [ 1.    ,  5.64  , 31.8096],\n",
       "        [ 1.    ,  6.48  , 41.9904],\n",
       "        [ 1.    ,  7.88  , 62.0944]]),\n",
       " array([[  1.      ,   4.98    ,  24.8004  , 123.505992],\n",
       "        [  1.      ,   9.14    ,  83.5396  , 763.551944],\n",
       "        [  1.      ,   4.03    ,  16.2409  ,  65.450827],\n",
       "        ...,\n",
       "        [  1.      ,   5.64    ,  31.8096  , 179.406144],\n",
       "        [  1.      ,   6.48    ,  41.9904  , 272.097792],\n",
       "        [  1.      ,   7.88    ,  62.0944  , 489.303872]]),\n",
       " array([[1.00000000e+00, 4.98000000e+00, 2.48004000e+01, 1.23505992e+02,\n",
       "         6.15059840e+02],\n",
       "        [1.00000000e+00, 9.14000000e+00, 8.35396000e+01, 7.63551944e+02,\n",
       "         6.97886477e+03],\n",
       "        [1.00000000e+00, 4.03000000e+00, 1.62409000e+01, 6.54508270e+01,\n",
       "         2.63766833e+02],\n",
       "        ...,\n",
       "        [1.00000000e+00, 5.64000000e+00, 3.18096000e+01, 1.79406144e+02,\n",
       "         1.01185065e+03],\n",
       "        [1.00000000e+00, 6.48000000e+00, 4.19904000e+01, 2.72097792e+02,\n",
       "         1.76319369e+03],\n",
       "        [1.00000000e+00, 7.88000000e+00, 6.20944000e+01, 4.89303872e+02,\n",
       "         3.85571451e+03]]))"
      ]
     },
     "execution_count": 87,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.preprocessing import PolynomialFeatures\n",
    "quadratic = PolynomialFeatures(degree=2)\n",
    "cubic = PolynomialFeatures(degree=3)\n",
    "_4 = PolynomialFeatures(degree=4)\n",
    "x_quad = quadratic.fit_transform(x)\n",
    "x_cubic = cubic.fit_transform(x)\n",
    "x_4 = _4.fit_transform(x)\n",
    "x_quad, x_cubic, x_4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.5441462975864797"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.metrics import r2_score\n",
    "x_fit = np.arange(x.min(), x.max(), 1)[:, np.newaxis]\n",
    "regr = regr.fit(x, y)\n",
    "y_lin_fit = regr.predict(x_fit)\n",
    "linear_r2 = r2_score(y, regr.predict(x))\n",
    "linear_r2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.6407168971636612"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regr = regr.fit(x_quad, y)\n",
    "y_quad_fit = regr.predict(quadratic.fit_transform(x_fit))\n",
    "quadratic_r2 = r2_score(y, regr.predict(x_quad))\n",
    "quadratic_r2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.657847640589572"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regr = regr.fit(x_cubic, y)\n",
    "y_cubic_fit = regr.predict(cubic.fit_transform(x_fit))\n",
    "cubic_r2 = r2_score(y, regr.predict(x_cubic))\n",
    "cubic_r2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.6730125943871903"
      ]
     },
     "execution_count": 90,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regr = regr.fit(x_4, y)\n",
    "_4_r2 = r2_score(y, regr.predict(x_4))\n",
    "_4_r2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [],
   "source": [
    "def t(x, y, n):\n",
    "    regr = LinearRegression()\n",
    "    pf = PolynomialFeatures(degree=n)\n",
    "    x_pf = pf.fit_transform(x)\n",
    "    regr = regr.fit(x, y)\n",
    "    regr = regr.fit(x_pf, y)\n",
    "    return r2_score(y, regr.predict(x_pf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.5441462975864797\n",
      "0.6407168971636612\n",
      "0.657847640589572\n",
      "0.6730125943871903\n",
      "0.6816897416931833\n",
      "0.6826814913037315\n",
      "0.6827697469505385\n",
      "0.6838300277606519\n",
      "0.6854880888066004\n",
      "0.6845495173901313\n",
      "0.6637673346457307\n",
      "0.63549640398127\n",
      "0.6034843079100279\n",
      "0.4958010053007649\n",
      "0.46443817886953487\n",
      "0.4359305470690047\n",
      "0.4098263407245899\n",
      "0.385343766937402\n",
      "0.36172772259625674\n"
     ]
    }
   ],
   "source": [
    "for n in range(1, 20):\n",
    "    print(t(x, y, n))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x11d986850>"
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11d9134d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(x, y, label=\"Training points\", color=\"lightgray\")\n",
    "plt.scatter(x_fit, y_lin_fit, label=\"linear (d=1), $R^2=%.2f$\" % linear_r2, color=\"blue\", lw=2, linestyle=\":\")\n",
    "plt.scatter(x_fit, y_quad_fit, label=\"quadratic (d=2), $R^2=%.2f$\" % quadratic_r2, color=\"red\", lw=2, linestyle=\"-\")\n",
    "plt.scatter(x_fit, y_cubic_fit, label=\"cubic (d=2), $R^2=%.2f$\" % cubic_r2, color=\"green\", lw=2, linestyle=\"--\")\n",
    "plt.legend(loc=\"upper left\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
